Question

(3x^29y^23)^(-1/5) simplify

Answer 1

ok do you take the 3 in the the problem and raise it to the (-1/5)?

Answer 2

You take the entire equation down and raise it to the POSITIVE 1/5
This can be written again as the 5th root of your equation. Let me do the entire thing in equation editor.

Answer 3

\[(3x^29y^23)^{-1/5}\]
\[= 1/(3x^29y^23)^{1/5}\]
\[= 1/\sqrt[5]{(3x^29y^{23}}^1\]

Notice how the denominator in the equation goes into the square root and the numerator stays up?

Answer 4

yes, is the simpliest form?